In 2010, the population P of a certain municipality is modeled by the function P(t)=6t³-700t²+5000t+140000 where t is the number of years after 2010. What is the population of the municipality after 2019?
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A wind mill generates power based on the speed of the wind.This is represented by the fuction (s)=s⁵/100 where s represents the speed of the wind in kilometers per hour. How many units of power ,P(s) can the windmill generate if the wind speed is 10 kilometers per hour?
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Answer:
After 9 years, the number of population has grown roughly 132674.
Step-by-step explanation:
2019 - 2010 = 9 years
P(t)=6t³-700t²+5000t+140000
After 9 years,
P(9)=6(9)³-700(9)²+5000(9)+140000
P = 132674